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If you are given a function y=19x4−13x3+11x2−7x+5\color{#69047E}{y= 19x^4-13x^3+11x^2-7x+5}y=19x4−13x3+11x2−7x+5 then we can do it's differentiation as dydx=76x3−39x2+22x−7\color{#3D99F6}{\dfrac{\textbf{dy}}{\textbf{dx}} = 76x^3-39x^2+22x-7}dxdy=76x3−39x2+22x−7
If you are given that y=13x3−12x2+11x−10y=13x^3-12x^2+11x-10y=13x3−12x2+11x−10 then find the answer of dydt\color{#D61F06}{\dfrac{\textbf{dy}}{\textbf{dt}}}dtdy
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